Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit271-05-20020331_032600_20020331_081100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/31 |
Start Time | | 2002/03/31 03:26 |
End Time | | 2002/03/31 08:09 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit271-05-20020331_032600_20020331_081100-constBx0 |
Minimum Dst Value | | -17 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEp1bCAxMSAxNzo1Mzo0NyBFRFQgMjAxOM6QGxAAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNzEtMDUtMjAwMjAzMzFfMDMyNjAwXzIwMDIwMzMxXzA4MTEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDMtMzFUMDM6MjY6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAzLTMxVDA4OjA5OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4wMDI2MTA0OTk1LCAibWF4IjozLjMzMzM5OTUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2mbgnUAAAABGdBTUEAAK/INwWK6QAAQOJJREFUeJzt3X9UFeedP3Dkh6BSejGIqKgYMZIcpMSQXQxo0aLBSBLScrokwUirrdRiS7KoqMRg1q1sV3Mwh42k/ijZtQ0xHnuboKF72LB7zIa6WLGlBQ1J0JAuRk1ulLRXwcD3c+5zvnPuPnNnmHvvM3eGO+/XH5xh7swzz/08d+b5zO+QEQAAAAAQKsToCgAAAAAEGyRYAAAAAIIhwQIAAAAQDAkWAAAAgGBIsAAAAAAEQ4IFAAAAIBgSLAAAAADBkGABAAAACIYECwAAAEAwJFgAAAAAgiHBAgAAABAMCRYAAACAYEiwAAAAAARDggUAAAAgGBIsAAAAAMGQYAEAAAAIhgQLAAAAQDAkWAAAAACCIcECAAAAEAwJFgAAAIBgSLAAAAAABEOCBQAAACAYEiwAAAAAwZBgAQAAAAiGBAsAAABAMCRYAAAAAIIhwQIAAAAQDAkWAAAAgGBIsAAAAAAEQ4IFAAAAINiYT7BCQsb8VwAACDw9Np7vvvvuvHnzRi1Zj0WjLwCzGfO/SKWVCisbAIAKPTaS2dnZx48fN2TR2OYLhGAKMeaD6O2u0ltvvbVs2bKoqKhp06atXbv22rVr0mTuYmJi3EtgVJYyPDy8efNmm80WGxtbWVlJ/3osVml2pVopFas03ttyTpw4sWTJksjISJp+zZo1ly9fVh+vMRq+LVSp8uTcuXMrVqyYNGnS9OnTDx065FtwEPkPPvggPz/f5kID9O+ohXscLyTyeuDqKVV+3LhxU6dOLSoq6uvrU5ndh/r39/dv2LAhKSkpIiKC5srLy6MW9FgZbiQN3HPPPe6LoOG7777bfQLpo+7u7m9+85uTJ08eP358RkbG66+/zsZ//vnnVM958+ZNmDCBlv7oo4+2tLSMWmd5ZXyeQI62nDdv3vR/0T7QOydQaWvS2dm5cuXKaBca+MMf/uBeMY8dgVfN53FNVNlmus/o7zfXDGkZZ8yHw9ttxPLly0+ePDkwMPDJJ5+sX79+1apV8lleeOGFiooKrxZUX1+/cOHCD11o4MCBAxqrp14rpWKVxntbztKlS2l30+Fw3LhxY+fOnbSuqo/XGA3fFqpU+QsXLsycOfPIkSOfffbZpUuXHn/8cd+Cg8gvWrRo+/btDpetW7fSvxoL58YLibwe5AkWG/jyyy///Oc///3f/312drbK7N7W/+OPP549ezYV29XV9de//pW6tzfffPPBBx/0WBluJA1QqvTGG29IH/3qV7+iMfIE67333qPscM+ePfTjp9zlt7/97be+9S32ES3re9/7Hk1w69atK1euvPbaa1//+tfV6+yxMj5P4PMsYy7BUm/rnp6eKVOm7N27t9+FehD6l0aqV8yH5vOhO0OCZSDzhoM2JT/+8Y+nutCAtFdETUg/38TERNorZf/+0z/9U3x8PO3e/fCHP6RfqjTZyP/ddZAvgvqwSZMmcSOphDlz5tDqxI1X/+lQX0U/dDZMA1lZWVrm8si9VkrFKo33thx3tJZOnDhR43gt38ufhbpXnjKquro67eVrWa5HQR95Ko3qxoavX7+uvXBuvJ+RHxoaevbZZ2fNmmWz2ShvYCNV1vf9+/dT30a76ZmZmZ2dnWw87evfe++9NJI+YpmQfGXnqv35559PmDCBBkpLSw8fPiyNP3ToEI1Rr7/HyHz3u9+lPNXjd1Saxb1uR48edV8EfbvXX39dXvknnnhi165dHhdBX4e+lFIF3BeqspEcUQi++sbT21nk222Pzar0M3BHe1yUYtJ3iYmJeeyxx65evarl66gvlH4AVCBNT4Hyoa2ffPLJ5557zn3Mjh07iouLuYpxNDafO5XV32N35nGlcG+IUYNJOyf/8A//kJSUFBsb+53vfOeLL75g4+VrsXxZWjrxxYsXv/rqq1KFaS9i2rRp3obFtMybYFHj5ebm9rnQbj39Xtl4aptHH32U9kelf2myj11ooLq6WhrPDcjZ7facnBxuJG2s6Wckn1i9Y6Nfp/TTpH0R+s1Jc8XFxVFPlpqaum/fvtu3b6t/a65WSsUqjfe2HAmtNrt375bvACmN19LN+7xQrvK0ctKPgdY62go89dRTDodDvXwtwfEo6CNfWFhI6xFtvCiGVVVV9K/Gwrnxfkae0gWKz/vvv//ZZ5+Vl5ezkSrre0FBQW9vLwVk586dUkZCv4djx47RJpu2yGvXrvVYT/dOor+/f8uWLewIAWUYS5Ysee2112i4sbGRhgcHB9Xr7zEyVAfqnzx+R6VZ3LdLVKt58+b993//N/3b2tpKwzRGvuGi37/7yVx3K1eu/Pa3v/3OO+/89a9/VarGiIaNpErwlcr0dhb5dttjsyoV6y4tLe3tt9+mr0y/5LKysnXr1mn/Oh4XSusCRfLPLitWrPChramN6PfsPob+TUhIUI+JxuZz5213Jp+Fa4hRg7l3795vfOMbH374Ia2tlDI+88wzbLzHtZhblpZOvLm5+e6776ZfPvuI1uWamhqN0TA/8yZYd95555/+9Cc2TLsac+fOZcPUNhcvXpQmo3+lyf74xz+6T8YNcM6ePTtnzhxunaFmvuuuu7q6uuTTq3dsoaGhbBtNaCAsLMz9U+oG2tvbaX2WfohKuFopFau+OO3lSF+N0A6udExbffyItm7et4XKK08z0or9iUtRUVFJSYl6+aMGxyMrRJ6d5mCF04C0kR21cG68n5FPTk6WDh5IVNZ3yo3Y8F/+8hd2CIrMnDnzxRdf/Oijj1TqGfJ/0S44bSLYR5cvX6ZmqqyspL/ShW7e/nLCw8Pdu0b5oQL5LNynL7/88iOPPDLiOlv0s5/9TD4BW4rT6fRYgevXr1Mf9rWvfS0qKooCWFFR4XHXf9SNpErwlb67t7PIt9sem1WpWCUUgcTERO1fR2mh3d3dbJhm9PgV1NuafipcG9HENAs3MTeXxuZz51V35nEWriHceQxmSkrK+fPn2TCtKbTdYMMe12JuWRo78fvvv/8Xv/jFiOtsOFWAmsZj9cYi8yZY9JuTfrI0QP+yYWob9ytD6V+lybgBd7S/OGvWrNOnT3PjaXf24Ycf9lgfpW03+1fLvjvtarsf2XKfXalWvh0q0F6OhFat5557bvHixRrHa+nmfVuox8rT7GyYcqy4uDj18n04gmWRyNPe5NatW6VrsOhfjYVz470NDvdrd1+1JSrru8ea/O53vysoKLjjjjvmzZsnnddTmpjVZ/v27e7XtNH+NE0gnaNUqb+ShIQEeZcmLTQiIoI7w0Xfi3I498logmnTpv3yl7+kv9JZNq4clSNYEtokUua0Zs0apatw1GOrMfjuvJ1Fvt3mPlUv1h3trFI7UrrMflRSHuzt13GfXmopmt7jV1Bva9oX8uEIlkTefB47CKWilLozj7NwDTFqMCkNdU8NpR+wx7WYW5bGTtxut8+fP//27duPP/447TV5/BZjlHkTLI17SO47ZzQgn4ydaXZHWdT06dPPnDkjX2h6evo777zjsT7qK4mWq0/6+vpoW6lUgsda+XCxi1fluKMeXX4KX2m8lm7eh4V6rHx2djblVWyYdqGkBEvUNVjWiTxtK81wDRalRF4dwVKpCW2mm5qapJ6MW9m5iem7Swctzp07R/vKx48fnzFjhnSY0NtfDvWIlZWV3EhpoXffffdvf/tb94/a2tqSkpK4yXbv3h0eHi6dFpEnWE888cRPfvIT9ZowlDd/5StfkY8fdSOpFHz5xlPiwxEsLf9qOYJFI1955ZVPP/2UumT6K4+Yt78lLUew1NuaMgP5NVhPPvmkx+UqUWo+j0uUqHRnjPpKMWowKfXp7e2VF+txLeaWpbEhaC1esGDBpk2baO2QLhAMDuZNsGh3Uzp9Syl2VVUVGy9fSVasWMEuL6AB+aUAU6ZMcT/lt3fvXkr2pdXJ3YkTJx544AGl+qivJPv37/d4/1FRURH9sOhHQ3Wgr7Nx40aPsyvVSqlYpfHelrN69Wqq2ODg4EcffVRWVibtPymN1xgN3xaqVPlDhw7Rpko6RShdIedtcDyyVOQpgaD1iB3B2rZtmzyB0Ng7+hn5f/zHf8zJyfnggw/cr97Qvr6zAfol0Lab1ixKsKiDYSO5ld193mvXrj377LOZmZkjruvbaIP+X//1XzT8xhtv3Hvvvezsj0r9PUbm4sWLtGjpzjL6Om+++aY05b/8y7/QUv7zP//zuktra2tqaupPf/pTjaGWBt577z3KIF944QWKzM2bN0+fPi3dRfj1r3/9tddeo70O+sFQndevX79y5UqPZapvJJWCz8XTncb2Ugqg0r9KxbqjaPzqV7+iUNBPiEIhj5i3vyWaXroG68EHH/Shrc+fP087ftRG0l2E9K90xEspJhqbTyVuKt2ZRGWlGNEQzNraWgomlUDr2h/+8Ie/+7u/Y+M9rsXcsrT/SChNpJEHDx5U+bJjkXm/gNPppHSE3YBAA9KRRvlKwm6QiY2N/cEPfuB+nwIboJ+gzWZz/91wBgYG2EfZ2dl2u11eE256j7WlHJwScPaEoS1btkjHP48ePZqWlhYZGUnJO/3alK6lUKqVUrFK470th1Vv/PjxM2fOpNWb9mDUx2uMhpaYyAtXaRrqEmiDRU1M+Yd0kbu3wUHkqavOy8v7qgttyt1PaigV7nG8n5Gn7oTSu8TERGpQ6orYSO3rOxt49dVXad86KiqK0qO3336bjVRZ2SdPnvzII4+wr/zUU0+xC54YqgPL2lXqrxTwS5cuffe736WuNzw8/I477njsscfeffddKRo///nPMzIyWMBp4JVXXhm1wBBZD0eo06KSqVb0w7j//vul52D9x3/8B42nMFIc5syZ88Mf/tD9B+NepvpGUin4XDzdaWwvpe+r9K9Sse5oT5iaPiIignKLF198UR4xb39LNMH3v/99Cg6F6Pnnn6eSPX4FlbYmv//972nlmuRCWdq5c+fcF+RxPdLYfB4LUSpZ2mZK5CuFV8H88ssvaXxKSgr1YrTDIHWRHtdiblnafyT0k543b97Q0BD3lZWiMVaM+S8AAAAqgqCjChjKkyjXMboWBrt9+7Z0hX5gPPzww7/85S8DucTAwIoHABDMkGCNqry8vL+//+LFi9/4xjeefvppo6tjsPb2duluQb19+eWXL7/88oIFC6QnNQQTrHjgL/lhahNu0MdEJb0VlF8KhMOvYlS1tbWJiYnx8fHf+973gukxAb6Jjo5+6aWXArMs+nEmJSVRSheYxQUYVjwAAAAAwZBgAQAAAAiGBAsAAABAMCRYAAAAAIIhwQIAAAAQDAkWAAAAgGBWSbA83tAOAAAAohjd1ZuLVcKBhgcAANAP+llOMIcDmTUAAEBgoJ/lWCUcaHgAAAD9oJ/lWCUcaHgAAAD9oJ/lWCUcaHgAAAD9oJ/lWCUcaHgAAAD9oJ/lWCUcaHgAAACdOJ1O9LOcYA4H7iIEAADQW0dHR3x8PPpZjlXCgYYHAADQw9atW3EgQ84q4UDDAwAACNfa2hoTE4MES84q4UDDAwAAiNXQ0BAeHk49bGFhIfpZjlXCgYYHAAAQqKqqih24qqysHEE/KxPM4cBF7gAAAGINDQ29//77RUVF1LGGh4cfPHiQjUc/y7FKONDwAAAAfnI6nTNnzmSHLaKjo1taWqSP0M9yzBKOEydOLFmyJDIyctq0aWvWrLl8+bJ8muHh4c2bN9tsttjY2MrKSvpXe/loeAAAAD/19vZK2VV3d7f7R+hnOWYJx9KlS48fP+5wOG7cuLFz585ly5bJp6mvr1+4cOGHLjRw4MAB7eWj4QEAAPzU398fERExbtw492NXDPpZjhnDMTAwMHHiRPn4RYsWnTx5kg3TQFZWlvYy0fAAAAB+Yhe2FxQUyD9CP8sxXTi++OKL3bt3r1q1Sv5RTEzM1atX2fCVK1dsNpv2YtHwAAAA/nA6nQkJCdSfnjp1Sv4p+lmOucLBzuzGx8f39PTIPw0NDR0cHGTDNBAWFuZxdiW61x4AACB4HTx4kDrTjIwMj5+in+WYLhzXr19/7rnnFi9eLP8IR7AAAACMkpqaSp3pkSNHPH6KfpZjxnBQjjVp0iT5eFyDBQAAYIiWlhbqSRMSEoaGhjxOgH6WY5ZwrF69uqura3Bw8KOPPiorK3O/Bktqs/379+MuQgAAgMDLz8+nnrSmpkZpAvSzHLOE4+jRo2lpaePHj585c+b69es//fRT6SOpzYaHhzdt2mRz2bJlC56DBQAAEADd3d3UjUZFRUkX6sihn+UEczhwkTsAAID/ysrKqBstLS1VmQb9LMcq4UDDAwAA+MDhcERFRVE3yj26nYN+lmOVcKDhAQAAfFBTU0N9aF5envpk6Gc5VgkHGh4AAMBbQ0NDiYmJ1Ic2NzerT4l+lmOVcKDhAQAAvNXY2EgdaGpq6qhTop/lWCUcaHgAAABvZWRkUAdaX18/6pToZznBHA7cRQgAAOCztrY26j3j4uKcTueoE6Of5VglHGh4AAAArxQWFlLvWVVVpWVi9LMcq4QDDQ8AAKBdb29vuEt/f7+W6dHPcqwSDjQ8AACAdhUVFdR1FhcXa5we/SzHKuFAwwMAAGg0MDBgs9mo6+zo6NA4C/pZTjCHAxe5AwAA+KC2tpb6zezsbO2zoJ/lWCUcaHgAAACNkpOTqd+02+3aZ0E/y7FKONDwAAAAWlBeRZ0m5VhDQ0Pa50I/y7FKONDwAAAAWuTk5FCnWVtb69Vc6Gc5VgkHGh4AAECd0+nMzc2lHjMmJsbhcHg1L/pZjlXCgYYHAABQ19TUxG4Ly8zM9HZe9LOcYA4H7iIEAADQ7uLFi+PGjaMe84033vB2XvSzHLOE46233lq2bFlUVNS0adPWrl177do1+TT+JExoeAAAAHV1dXXUXebl5fkwL/pZjlnCsXz58pMnTw4MDHzyySfr169ftWqVfBp/Gg8NDwAAoC4lJYW6y2PHjvkwL/pZjhnDcePGjUmTJsnHI8ECAADQSWtrK/WVCQkJXj2dQYJ+lmPGcNjt9pycHPl4ary4uLiJEyempqbu27fv9u3b2stEwwMAAKgoKiqivrK6utq32dHPckwXjrNnz86ZM+fChQtKE9y8ebO9vT0rK6u8vJz7KESVzhUHAAAYq65evRoVFRUeHt7X1+dbCehnOeYKR2tr66xZs06fPj3qlJcuXbLZbNpLRsNLHA5Hb2+v0bUAAAATqampoY4yPz/f5xLQz3JMFI7Gxsbp06efOXNGy8SUYk+dOlV74Wh4pr+/Pzo6Oiws7Pnnn6f9FaOrAwAAppCUlEQdZXNzs88loJ/lmCUce/funTVrVnd3t/wjqc2Kioo6Oztv3brV1dWVm5u7ceNG7eWj4ZlTp065nzZNSEig/ZWKigrKbim27MLGgYGBjo4Oo2sKAAABQnkV9QiUY/lTCPpZjlnCIb9kirp56SM2cPTo0bS0tMjIyLlz527fvt3pdHpVvvhKj0EUtEmTJlE0MjIyoqOjuZhHRUVRhCdMmEDDzz//vNGVBQCAQCgoKKDNfk1NjT+FoJ/lWCUcaHiGvSM9PT2d/dvT00Njqqurae1KTk52T7bi4+OlHBcAAIJVX19feHg47WD39/f7Uw76WU4whwN3EcoVFhZSKPbs2ePxU8qo2tra1q1bx45yZWdnI8cCAAhutI9NG/yioiI/y0E/y7FKONDwI678ifZRKBSj3oXb3d2dkJCAHAsAILgNDQ0lJibS1r61tdXPotDPcqwSDjQ8aWhooDh4fIirHHIsAICgd+zYMdrOp6Sk+F8U+lmOVcKBhie5ubkUh4MHD2qcHjkWAEBwy8vLo418XV2d/0Whn+VYJRxoeOkyRofDoX0u5FgAAMGqt7eX3T/uVb+gBP0sJ5jDgYvc3dXW1lIQCgoKvJ0RORYAwKheffXVJ554Ymw9wLmiooK27SUlJUJKQz/LsUo40PAZGRkUhGPHjvkwL3IsAAAV7FCQ9otczcDpdMbFxVGd29vbhRSIfpZjlXBYvOF7enooAtHR0V49ndUdciwAACU/+9nPWII1efJko+uiVWNjI3votKgCLd7PylklHBZv+KqqKorAunXr/CkEORYAgNzVq1fZoaDx48eH+Pc6v0CiLTnVtr6+XlSBFu9n5awSDos3PHtKe0tLi5/lSDnWlClT3n77bSF1AwAY04qKimirmJubW1NTQwOFhYVG12h0nZ2d7LSGwL1li/ezclYJh5Ubvq2tjb5+YmIie5eznyjHCg0NDXG9KNr/0gAAxrSmpiaWqfT29ko3a5v/UveysjKqNv0VWKaV+1mPgjkcuIuQKS8vp69Pf0UVeN9991GBlGZRsiWqTACAMcfhcLDHoNfW1rIx+fn5Kq8jMwmn02mz2aienZ2dAou1cj/rkVXCYdmGHxoaYhcHdHR0CCz28ccfpzLz8vIElgkAMLaw40CZmZnS+QF2QEvIg9H1U19fz6ottljL9rNKrBIOyzZ8S0sLfffk5GSxxV69epXtAI2VyzkBAMRqbW2lbWB4eLj7sXyBr/bTD3tqz5EjR8QWa9l+VolVwmHZhi8uLqbvvmvXLuElsyeXUuom5NIuAIAxxOl0pqSk0Dawurqa+6iyslLg0zvFos315s2bqXpxcXE+P7VHiWX7WSVWCQc1/LZt26z2cAFaf6Kjo+m79/T0CC+cVlS2fTH51QYAAMKxZ6CnpqbK9zDFvn9GrIaGBnZR8re//W3hhSPB4gRzOEJkpk+fLvZSJJM7cuQIe2yVTuU3NzdT+Tabrb+/X6dFAACYDfUj4S5tbW0eJxD4BmWxjh07xnrD119/XXjhSLA4VgmHlGPRKiHd7hH0CgoK3G9v0QO7ZcbPR5gCAIwVQ0ND6enptN2rqKhQmoY9JJ0mC2TFtGBHsO6//349CkeCxTFLON56661ly5ZFRUVNmzZt7dq1165dk08zPDy8efNmm80WGxtbWVlJ/2ovnxr+/Pnz7IEF7PY38z+nxE/0Bdk+lq7ftKenhy1F1NusAADMjD1NNCkpSeWaE+Gv+RMlMzOTakVplh6FI8HimCUcy5cvP3nyJP1eP/nkk/Xr169atUo+TX19/cKFCz90oYEDBw5oL19q+KamJva7T0hI8P/J5mbGbsQNwJMU2BWd+p2IBAAwie7u7qioKC03CbKLtEpLSwNSL02o8iH+vZRWHRIsjhnDcePGjUmTJsnHL1q0iJIwNkwDWVlZ2st0b/i+vr7c3Fx2KIuSg2C9CY69Z0r4jbhyDoeDvT+nsbFR72UBABiIbVe13CEoZTPmublK75wPCRbHjOGw2+05OTny8TExMdLZritXrthsNu1lcg1PSVVNTU14eHiI613ivb29ftTXjCiJZLexBGbdPnjwIHsbj047RgAAhqurq2MbOo23B7JsTKfzcd6SHjqt31lLJFgc04Xj7Nmzc+bMuXDhgvyj0NDQwcFBNkwDYWFh3ATy2wbdyQtsa2tLSkpiOxm0DgTTrXC7du2i71VcXBywJbIn18kfCQMAMNZRRrVo0SL2GtZjx45pnItdUS78gem+YfcPpqam6rcIJFgcc4WjtbV11qxZp0+f9vipwCNYElpt2IvQQ1wv13vzzTe9rbM50VpE36ipqSlgSzx16hQ7ZjaGDgf29fXZ7XYcdQMAddLTDdLS0rTPpdMr/3zD7vjW9aZyJFgcE4WjsbFx+vTpZ86cUZpA1DVYck8//TRbeVJSUoLgkqyOjo4Q14N6A/xd2FPjKWENwLJoy1VaWvrII4+8//77PpcQGxtLFV6/fr3YugFAkLl8+XJYWBhtLn7zm994NSN7WWF5eblOFdOIdibDw8NpB1jXm8qRYHHMEo69e/fOmjXL/Y1OEqnN9u/f7/9dhB5RIkK97MSJE2mywsJCr2puQuy2vsDfvULrMLu/5tSpU/othdLHqqoqdlk9k5OTc/DgQe1Xm9Emhnbj6CfEZo+JibHU42cBwFvsCFZGRoa3M7a3t4fo814ar7CLRvTe+0WCxTFLOOSXTEn9pdRmw8PDmzZtsrls2bLF2+dgjToNrQnsxTKG722o0HJQir1qVNcsRwlbjdPT04UfPGN5VXJysvuPZNy4cePHj2fDlNvR5qOpqUlp0bSBa2xszM/PZzc3kK985Svsqk9LPX4WALzlz0Ob2fWpxt5kza42bm5u1nUpSLA4wRyOUS9yl6OkhPW+erwdeVR9fX0PPfRQSUlJtQL6iNKIhIQESjU8TlBZWcmuvpo9e3bg6z/iSmLYmrxt2zYhe2zyvIpSonXr1rW0tFC4+vv7KRFvaGiQnrvBJqAU2f1OmdbWVpqFZc8snaLNJe2SOl0s9fhZAPCWnw9tZo8k9HhrfGDQBjDEdfOj3gtCgsWxSji0Nzz1uyzHCvxrpObMmSM/kucbSiACXHkJe0dEiE+H0yWUORUVFc2cOVOeVykdoKJ8q6amhuWXzKRJk2JjY+Pj46UxmZmZ1KzyraR1Hj8LAN5iT2fIz8/3bXbaCWTXThh1AxC7kSsAt3gjweJYJRxeNTzb4aA0S/vtuP6j/IDdAxwdHb1jxw6PB6jKysqSkpIWLlyodIirtLR0/PjxEyZM+OMf/xiwmsvFxMTQF6Ga+LbDR5sh6RIrypDU8yq5jo6O8vLyO+64Q8qrKGhVVVU9PT0qc+nx+FlKE3/9619v3br197//vf+lAYAh2Otl/DnHV1JSwjYsAmulkcPhYOkdbeL0XhYSLI5VwuFtw7O3TVGONer7EERhJ6qWLl3q51kqWp0Mf3Dwb37zG3ZzckpKirdPF+vu7na/gP3cuXO+1cHpdGZkZEyePFn7zRC+PX6W8jmWjdESabihoYGaknI1dkiModQZORbAWEQ7ZiF+v16mra2NHSAP/F3q7PBbAN6ZNoIES0Z8OOhXWFVVNXfuXMqa6e+OHTtu3rwpfCne8qHhWcZD6xWtG3pUyR1lRSwjCZrb2SivYmfraJvi8eZQj06dOsWulFqyZEl9fb3el2R65P74WaV9Vvp2nZ2dlHyzg16xsbH0ZaVr5yXUpuyGAxIfHx+wZB0ARKHujNbfdevW+VkO2x7a7XYhtdIukJfYI8HiiA/Hxo0bly1bRt0PZVr0d+nSpT/+8Y+FL8VbvjU8O3XtVYrgG3bAjHprXZcSYAMDA+xNEXFxcVpuaTx27BjLrgoLC419Gpn742ep8o899lhJSQm1Tnp6upQweUTbUKo8tWZTUxM7IE9F7d2792//9m/ZAdGDBw8a+L0AwFtsd8v/vaM9e/ZQOdQ5iqiUVgF+SAQSLI74cEydOtX9XC8N0xjhS9GC6/x8KIG6efb0W+pW9XuRDv302UkxQw7Y6Iq+GiUc7GiQ+mPlKfNgR4DKy8tN8qxXqtK4ceM8JlK0wUpJScnJyaGfR1pa2tNPP00bMpVNGH0j9nCyENfzyUzyBSVUH9rBLSgo+OlPf0odCe1O4G5KgJH//4IKIfff0TrFrrL90Y9+5H9pGgX4MadIsDjBnGC587nhpcMwycnJOr15hr2vKj09XY/CDUedN6UU7PjNkSNHPE7DDuCFGPR0DBVPPvkkbRMpkaI2ovSXsih/7gOir8+uNqUCzZDB0Hepr6+nDJidnpajffeMjIy8vLySkpINGzY8+OCDJ06cMLrWAIGzbt06WhGqqqqElMaeBT937lwhpY0q8C/qQYLF0eUUYW5u7p/+9CdqXfpLw2P3FCHjcDjuuusu1uU8//zzAmvFpKSkUMlKyUdwYNcxhHh6Uh+71o3SL+rsDambOrF3DFCKxo5WUu5iyOvJ6OvY7XZKeblHtk6YMCHEdaEYJX/0kVLKFRERYfgtFACBISUooi4R2bp1K5U2ffp0IaWNij0xx5/H5XgLCRZHl4vct2/ffuedd9LOOv199tlnx+hF7u7+53/+h50tmjZtmtgOhno7dgjabKeNhKPUSjoJyMbQV2YnEOmnEsgnYhirv7+f3fUdHR0t6opXWuk8PoRCuhh/9+7dBQUFtFz3K/Gp86D4U17b29vLEi/33za1Do1va2trampqaGi4//77Q1yPztf7ekQAk/D59TgqAvNEdYZ2lmhZgdxxRYLFsUo4/G/4uro6dgl2dna2wByLrQMWeU+L9BDX4uJih8PBbsGjqBryVh8DUT7EnosTIuLpf/RrnDx5MhW1atWqUS/Gp/jTD5gWSpmTtzn9t771rZBA3e8NYDh/Xo+jhF0OEYA33tLeEdt3DeQhZyRYnGAOB9e1+F+g9IgmUTkWeziKzWazzmmX1tZWlqeyI4IUT0POlJnBnj17WLp53333vfLKKz6X8/Of/9xjLhXidjE+OwO4ePFif35pV69eZWdMgu9uDACOn6/HUdLX10dlUt6j91WY7KoM2uPSdSkcJFgc8eGg/jIrK4tt0AUmN34SVQexORbbQzLk8b4Gam9vZ9d6hxj0RmrzoExFWlO2bdvm7SEl95sTZ8yYsXnzZqWL8el3Sx85HA4/K0x78yGuGz6C/ow2WJyfr8dRwe5Mp/0r4SVLaPVkx7AD/Ow9M/T1piI+HJmZmTt37vzLX/4ivGR/CGx4UTlWT08P25XR7wEQpnX06NE5c+YEeO/KnFjKwmRkZGjPOCmFYo8QpF9RTU1NYDIeWgq7J0PX7gHAcP6/HkdJU1NTiOstF8JLDuQiPEKCxREfDsoYvvjiC+HF+klswwvJsdjDC/x/QDCMdbSXSRmSdNVUcXHxqG8No+0+O9OalJQUgDcNuGtubmbntS24YwAWIeT1OEoCcHiJ3TxEWxWdyleCBIsjPhyzZ8826p3hKoQ3vJ85FnVO7DQZ7skChr1jiv0qaMu+a9cujxt3+rFJF8gXFRX5f9bPB+wcB/YNIFiJej2OEnZmX6dD+NLVY4HfBUKCxREfjpdeeqmgoMBse7d6NLw/OVZ1dTXNSIESXisY02jnhO19skuduOc4dHR0sOdXUQZm4Ft32Nlt0t7eblQdAPQj6vU4SqRb/PTYQWLv5NHj6rFRIcHiiAmH0k1Mxl7kHoA6+JZjSc+vs/gl3qCkpaWFvRo2xPWGSnaYU3qQWHp6uuEHPtkuOP3sja0GgHACX4+jIi8vj5ZSV1cnvGR2laRO7x1RhwSLY6JwjJoJ+ZMw6dfwPuRY7LrmzMxMnaoEQWBoaIg2viwRDw0NjYuLYz/78vLywLy3VR3tebOfvR5XAQMYSOzrcZSwx6wLf0Pa4cOH2bExQ+7zRYLFER+OcePG+TO7eoKlR7H+k3Is2ul599131Sem3z07yyPqKd4QxK5evcr2dEM0vDA7wA4ePMh+82ZI+ACEEP56HJUFsb0msefZ58+fzzYXhpy+R4LFER+OGTNm/O///q/Ps4/FBGvElWOxN6XT39LSUo/vLWHYjgvlWLrWB4JGb2/vxIkTIyIijh8/bnRdeOw5Ef4/jB7AJPR4PY6SiooKWhb1F6IKpH4nLCxs3LhxS5cuxREsMxAfjhdeeOGb3/zmxYsXh4eHfamQaoJFKT91Nqmpqfv27bt9+7aQYkW588473c9gFhQUeLzEKj09PSSw74eCsW5gYEDv5z77hl2tEhUVZcIbhwF8oMfrcZTQbjk7Mi3qTR7s/mLpZa+BhwSLIz4cfl7kPurEN2/ebG9vz8rKkv+MPC7at2u2fEArSWtr6/nz52mPRHpSeWZmpt1ul3YmaIIQ1/thcFYFgkNxcXGI64ERRlcEwF86vR5HRXZ2Nq0+DQ0N/hdlhidXI8HimC4cGlvo0qVLNptNeLGi0E+8urpaujA5OTm5rq6OkqoHH3yQ/t21a1cgKwOgn76+PrY7gVtiYazT7/U4Sii1EnXDk+GHr0aQYMmYLhwaW4g261OnThVerFiUUdEayy5pJxMnTgxxvdjEkIdDAuiEdhjY/VB4QSGMafq9HkeJdE29n++8N8PhqxEkWDKmC4e8haQxRUVF9Cu8detWV1dXbm7uxo0b/Sk2YKjXsdvtbNUlEyZMMKomAHqgToI9mNHAZ58C+EnX1+OoKCsr8//IkxkOX40gwZIxUTiULpmSho8ePZqWlhYZGTl37tzt27d7tRqYoeGrq6vvvPPOl156yeiKAAjG7o2lnYcXX3zR6LoA+ELv1+MoaW9vD3Hdv+VzYmeSw1cj5uhnTcUq4UDDA+hKelm14U+ZB/CB3i9gVsEed+LzqUmTHL4aQT8rE8zhCPBdhABW9oMf/IDWsoiICFH3nAMETEtLC/164+PjDVl6fX09LT0nJ8eHec1z+GoECZaMVcKBhgfQFeVVkZGRtKKZ85FdACoouWH74YY8AJ3WHXYrrg/PkzPP4asR9LMyVgkHGh5Ab/n5+bjUHcai2NhYlmC1tbUZUgGWJ1VWVno1l6kOX42gn5WxSjjQ8AB6Y28nLCgoMLoiAF5gLySYMmVKc3OzUXWgxI49g9qrZ52Y6vDVCPpZGauEAw0PoDfajQ5xvTkHLyqAMYTdP2h4mpKamkrVsNvtGqc32+GrEfSzMsEcDlzkDhBg7NUf2jsJAMOxZ0Ebcv+guz179nj1HHmzHb4aQYIlY5VwoOEBAoA91T3wDxMC8A1743JcXJzh7yFgb0KkypSVlY06sQkPX42gn5WxSjjQ8AABIHVXRlcEQBNT7RKw16mFhobu2bNH/Ty7CQ9fjaCflbFKONDwAIHBTrjg3c8wJrCXmJnkpPa+ffuio6PZNS1JSUkNDQ0eJzPn4asR9LMyVgkHGh4gMCoqKny44Rwg8Pr6+gx5/6C65ubm9PR0lmbRQEtLCzeBOQ9fjaCflbFKONDwAIHBbnpPTk42uiIAo6irqzPng0WGhoYaGhqk10/l5uZ2dHSwj0x7+GoE/axMMIcDdxECBB71DXFxcbTGUU9gdF0A1FDiQj/UI0eOGF0Rz5xOZ01Njc1mY11YSUlJb2/vU089Zc7DVyNIsGSsEg40PEDAsFMY1DcYXREAReyuPeJwOIyuixqqHqVT7F06ERER9DcsLMyEh69G0M/KWCUcaHiAgLHb7bTGZWdnG10RAEVHjhxhZ9+MrogmPT09xcXF7FBWaGioOZNC9LMcq4QDDQ8QMNLLa/HiZzCtgoIC+onW19cbXREvvPzyyzNmzNixY4fRFfEM/SzHKuFAwwMEklEvfv7+978/fvz4jRs3IrcDFU6nkz0Qoa+vz+i6BA/0s5xgDgcucgcwilEvfg4NDZVW+YSEBMrzKioqGhsbOzs7DX9UN5gHO4udmZlpdEWCCvpZjlXCgYYHCCRDXvzc09MT6jJ//nzpgY0Sqkx6evqjjz66cuXKM2fOBKxWYELsPoxdu3YZXZGggn6WY6JwjHqoaXh4ePPmzTabLTY2trKykv71qnARdQQArQL/4mfuAYyUb9HSq6urCwoK2PPlJV/96lcDViswGzxJRCfoZzmmC4dKC9XX1y9cuPBDFxo4cOCAkGIBQA8BfsvbqA9gHBgYaGtru+eee9h9WOa80R0CoLW1Fc/C1QP6WY7pwqHSQosWLTp58iQbpoGsrCwhxQKAHgL84meN7w9xOp206TDtoxohAKjp6QdQVVVldEWCDfpZjunCodJCMTEx0p1BV65csdlsQooFAJ0E7MXPXr0/hDI/9oRJnCGyJvYKGryPXDj0sxzThUOlhUJDQwcHB9kwDYSFhcnnVaFjpQHAk4C9+Nnb19+y6emvrrUCE+ro6KCmpxzL6IoEIfSzHNOFA0ewAIJGYF787MPrb9kspLu7W9e6gdlUVVXRb7K0tNToigQh9LMc04UD12ABBI3A3K7l7eErhl2IE/gndYGx0tPTqd1bWlqMrkgQQj/LMV045C0kjdm/fz/uIgQYW9gL1PR78bMPh68Ymp69z6ejo0OnuoHZ0K+FWjw6OhpPndUD+lmOicKhdMmUNDw8PLxp0yaby5YtW/AcLADzO3bsWIieL3727fAVU1lZGTJ2XvcL/tuzZw+1OCX9RlckOKGf5QRzOHCRO4DhdH3xs8+HrxiHw0F7a1S31tZW0VUDM2IPv6Wk3+iKBCf0sxyrhAMND2CUvLy8EH1e/OzP4SumurqaSsjJyRFYKzAnSvFDXG9MoqTf6LoEJ/SzHKuEAw0PYBSdXvzs5+ErhvrahISEkMC+0gcMwX6H+fn5RlckaKGf5VglHGh4AKP09fWF6PDiZ/8PXzG1tbVUTnp6upBagWnpdyQVGPSzHKuEAw0PYKDMzEyxR4mEHL5iKO1jj/ZubGwUUjcwIXYtIP1m9LgWEBj0sxyrhAMND2Ag4S9+FnX4imloaGAPRMXd+8GKsmdd72aFEfSzMsEcDtxFCGASnZ2dIeJe/Czw8BVDeRV7bSJlWkIKBLNhz2Orra01uiLBDP0sxyrhQMMDGEvgi5/FHr5i2BGOxMREsReKgRlQm0ZHR1P79vb2Gl2XYIZ+lmOVcKDhAYzFXk3j/4ufhR++krCXqOAgR/B59dVXqWWTkpKMrkiQQz/LsUo40PAAxmptbfX/xc99fX3Lly8XfviKsdvtVHJCQoLD4RBeOBiIUit2oQiOYOkK/SzHKuFAwwMY6/z58+Hh4bQm/u53v/OtBMp7Jk6cSCVQOcIPXzE5OTlUfkVFhR6FgyFY3kwmT56M87+6Qj/LCeZw4CJ3APNgj5siX/va13y7WY9StHHjxrEShFePYYfZ8FisoEEZFTt8tW3bNhyY1Bv6WY5VwoGGBzBWT0/PXXfdFRERQStjYWGht7NTT8leJDdlypQLFy7oUUOGymc51r/+67/qtxQIDPY+74yMDDyAIwDQz3KsEg40PIAZtLe3s/u5vLqIinpHysnYBVJ6X0bT3Nw8efJklmPRQvv6+nRdHOinu7s73KWtrc3oulgC+lmOVcKBhgcwiVOnTrGLsXbt2qVxlnXr1tH0NpuNukxd68ZQPldXV8cSQVpofX29tyX0u+hRN9COXVFXWlpqdEWsAv0sxyrhQMMDmMexY8dYjkV5zKgTV1RU0JSU7gh5hpZ2fX19+fn57FBWdna29tzunXfeCQsLi4iIOH36tK41BBVHjhxhz7bFpVcBg36WY5VwoOEBTKW+vp7dD0jJlspk7NJ4mqypqSlgdXNH1UtISGAvq66urla6lIfGt7W11dTU5OXlRUZGsrRs/vz5ePOdISipYq1GaZbRdbEQ9LOcYA4H7iIEMDNKR1jy1Nra6nECdhAixOjXMFNvzc5RkpSUFOmCHvekip1PlEydOpVdyEXT41xh4JWWlobgzYMBh36WY5ZwDA8Pb9682WazxcbGVlZW0r/yafxJmNDwACbEHu9O2Yn8MmS73c5OI5rk0eqUBVK2JOVPiYmJXFKVnp5OX4eqzc5JUV6VmprKLswPzKVjwNBviV3bjrAHGPpZjlnCUV9fv3Dhwg9daODAgQPyafxpPDQ8gDkVFRXJs5BTp06x9MX/V+sI5HQ6q6qqQkNDlZIqzsDAAHu0RFxcXIAvILOsoaGhjIwMs/1yLAL9LMcs4Vi0aNHJkyfZMA1kZWXJp0GCBRB8qEdk15InJiays2mUabHsypz3fx0+fDgqKmrWrFmXL18edWLKydgDJugbGXUZmaXU1dWFuF47SNmt0XWxHPSzHLOEIyYmRroa9MqVKzabTT4N2xGcOHFiamrqvn37bt++rb18NDyAaUlHetgVTuzyZMpLTPtwSK8qRhOzS4LCw8NxzbWuKEGnvoNCbbfbja6LFaGf5ZglHKGhoYODg2yYBsLCwpSmvHnzZnt7e1ZWlvxBhSGqdKw9APjH4XDMmzeP1lP2MhzKt0ybXfmmqqqKbYhMcklZUCouLqYI5+fnG10Ri0I/yzFLOLQcwXJ36dKlUadxh4YHMLl/+7d/YynIjBkzgvL8DqVW7LJ9r55iDxq1tLSEuJ6mofez/kEJ+lmOWcKh5Rosd319fVOnTtVePhoewOScTueyZctmz5599uxZo+uiF+kJq8XFxUF2iM5YFEx2j6f21wOAcOhnOWYJx/79+5XuIpTarKioqLOz89atW11dXbm5uRs3btRePhoeAMygtbWVXcK/YMECPIZUFMqr2DV8SFsNhH6WY5ZwDA8Pb9q0yeayZcsW9+dgSW129OjRtLS0yMjIuXPnbt++nfZ3tZePhgcAk2hsbGQnQ+Pi4jo6OoyuzthGGZXdbo+IiKB4trS0GF0dS0M/y7FKONDwAGAS3d3d0s034eHhuOzdh4fd9/b21tfXFxYWstsGyYQJE3D4yljoZznBHA7cRQgA5tTe3n78+PEf/ehHbOuUl5dn2dOF9913H0Vg9erVra2tlHqqxGFgYMBut5eWliYnJ7tv29kp1xkzZiDBMhb6WY5VwoGGBwATampqiouLC3E9y95qZ7gcDof09ApOUlJSRkYG5Z0lJSVr1qy5995709PT2f0BjM1mKywsrK+v7+3tpXIaGhpw86Dh0M9yrBIONDwAmFNfX19ubi7LGyorK61wGIa+Y21tLcssQ1zvdlyxYkVOTk5ycrJ0yk+OEqzs7Ozq6uq2tjYrRGnMQT/LsUo40PAAYFqULtTU1LAjNBkZGcF9MKaxsVE6x0dJlfw93xQNigCNb2pqamhoYBMvXrw4KJ+OFkzQz3KsEg40PACYHKUUSUlJ7KIiykKMro54ra2t7E3M7JEKGl9oQ/kW7rUcE9DPcoI5HLjIHQDGFofDUVRUxDZZMTExb775ptE1EqOzs5O90ptdbXbw4EGc4ws+6Gc5VgkHGh4Axop//ud/ZrlIRETEnj17vHrmn9n8+te/zs7OZmc/bTZbdXX1mP46oAL9LMcq4UDDA8AY8tBDD0VGRkq31DU0NBhdI685HI4NGzawrxAaGlpWVubD865gDEE/y7FKONDwADDmNDc3p6ensxyFBsbKcxy4mwTZ3ZFGVwp0h36WY5VwoOEBYCyiZKWhoSExMZFlKrm5uUKu+O7v73/xxRcXLlz4zDPP+F+aO+4mwcOHD9vtdlxxZQXoZzlWCQcaHgDGLqfTWVNTIz0jqqSk5Pz586dOnVJPXKRPaXZKyyhRKy8vpxTN/dgSmTJlSnFxMX3q5yk8324ShKCBfpYTzOHAXYQAEEwcDgdlSFFRUeyqJvqblpZWrSAvL2/8+PHz5s1LTU11fwY6Q7na/Pnzx40bR9O4j6eJKyoqmpub2aXo7e3tfX19o1YMNwnCCBIsGauEAw0PAMGhp6enuLg4xEuUORUWFtbU1DQ1NUk5E2VsI66XT9fW1lJCxl7qx1Aat2DBApbJPfPMMx5zuKqqqgceeOCee+7BTYIwgn5WxirhQMMDQDA5fPgwJTdlZWVKR7CKiori4+Ppb3t7u8akhyZrbW2trKyUzvRphJsEYQT9rIxVwoGGBwDQ7urVq4cOHVq2bNkjjzyilMNt2LAh3OX48eNG1xeMh36WY5VwoOEBAIRzOByUihldCzAF9LOcYA4HdxDb6OoAAAAELfSzHKuEAw0PAACgH/SzHLOEY3h4ePPmzTabLTY2trKykv71bRolaHgAAAD9oJ/lmCUc9fX1Cxcu/NCFBg4cOODbNErQ8AAAAPpBP8sxSzgWLVp08uRJNkwDWVlZvk2jBA0PAACgH/SzHLOEIyYmRroV5cqVKzabzbdplKDhAQAA9IN+lmOWcISGhg4ODrJhGggLC/NhGi+fbAwAAADC6JonjDlmCYfeR7BUBOY3EYCl4IuYbSn4IqZaRGCWgi9itqXgi5hqEZZilmjqfQ2WCqx+ZlsKvojZlhIciwjMUvBFzLYUfBFTLcJSzBLN/fv3K90hKDW5yjT+wOpntqXgi5htKcGxiMAsBV/EbEvBFzHVIizFLNEcHh7etGmTzWXLli3uz7iSmlxlGn9g9TPbUvBFzLaU4FhEYJaCL2K2peCLmGoRloJoBg+sG2aDFjEbtIjZoEVMBc0hFqIZPLBumA1axGzQImaDFjEVNIdYiGbwwLphNmgRs0GLmA1axFTQHGIhmsED64bZoEXMBi1iNmgRU0FziIVoBg+sG2aDFjEbtIjZoEVMBc0hFqIJAAAAIBgSLAAAAADBkGABAAAACIYECwAAAEAwJFgAAAAAgiHBAgAAABAMCRYAAACAYEiwTGp4eHjz5s02my02NrayspJ7s/XVq1dnzpyp9MwSpXnVywR1StEL+b+8mhct4g+V6J07d27FihWTJk2aPn36oUOHtM+LFvGHxnUkJiZG+7xoEZ8phe6DDz7Iz8+3udAA/at9XjSHV5BgmVR9ff3ChQs/dKGBAwcOuH+6YcOGn/zkJ0rdudK86mWCOqXoaXk0H1pED0rRu3DhAu1+HDly5LPPPrt06dLjjz+ufV60iD+0RO+FF16oqKjQPi9axGdKoVu0aNH27dsdLlu3bqV/tc+L5vAKEiyToh/9yZMn2TANZGVlSR91dXXNnTvX6XRyXbv0r9K8KmXCqJSip5JgoUV0pRQ9yqjq6uo8zoIW0dWo0bt169acOXM+/vhjaQxaRD9KoZs4ceKNGzfY8PXr1+lfaRY0h1hIsEwqJibm6tWrbPjKlSs2m0366KGHHvrFL34xIuvapX+V5lUpE0alFD0Ke1xcHG2kUlNT9+3bd/v2bWkWtIiulKI3derUZ599dtq0aZMnT37qqadoN12aBS2iq1Gjd+DAge985zvuY9Ai+lEKXWFh4Y4dOz7//HNaNaqqquhfaRY0h1hIsEwqNDR0cHCQDdNAWFgYG/73f//3v/mbv2FnvpWOnSjNqzQetFCP3s2bN9vb22l/rry8XPu8aBF/KEWPBoqLiz9xKSoqKikp0T4vWsQf6tH78ssv77rrrq6uLq/mRYv4TCl0H3/88ezZs9n1cDTw5z//Wfu8aA6vIMEyKaUdhQULFpw6dYoNKyVY2PnQg5boXbp0yeN4tIgeVKJK/7JhyrHi4uK8mhct4jP16DU2Nj788MPezosW8ZlS6HJzc7du3Spdg0X/ap8XzeEVJFgmpXLFz6i3reH0uR60RK+vr2/q1Kna50WL+EMpetnZ2ZRXseHLly97TLDQInpQj156evo777zj7bxoEZ8phW7ChAlK12CNOi+awytIsExq//79o96soXQNltK8WsoEJUrRKyoq6uzsvHXrVldXF+0Lbty4UZoFLaIrpegdOnToySeflE4Rul/0gxbRlUr0Tpw48cADD8hnQYvoRyl0lCRVVVWxI1jbtm1zT5LQHGIhwTKp4eHhTZs2sUeVbNmyxePjRpQSLKV5tZQJSpSid/To0bS0tMjIyLlz527fvt3pdEqzoEV0pRK9HTt2xMXFxcbGrl692uNF7mgRPahELzs72263y2dBi+hHKXTvvfdeXl7eV11Wrlz5/vvvS7OgOcRCggUAAAAgGBIsAAAAAMGQYAEAAAAIhgQLAAAAQDAkWCb11ltvLVu2LCoqatq0aWvXrr127Rob7+07OJXK4SjNfuLEiSVLlkRGRtLsa9asuXz5ssfZVSZTfwsyAABAUEK3Z1LLly8/efLkwMDAJ598sn79+lWrVrHx3r6DU6kcjtLsS5cuPX78uMPhuHHjxs6dOylX8zj7qJMhwQIAAEtBtzcGUNYyadIkNuzP89/cy+FomZ2yNI+PpNMyGRIsAACwFHR7Y4Ddbs/JyWHD/rzBwL0czqizf/HFF7t371Y6ADbqZEiwAADAUtDtmd3Zs2fnzJlz4cIF9q/P7+DkyuGoz84uooqPj+/p6VGpqspkSLAAAMBS0O2ZWmtr66xZs06fPi2N8e0Ilrwc7trzUY9gXb9+/bnnnlu8eLHH2ZUmc1+cF18bAABgjEO3Z16NjY3Tp08/c+aM+0gfrsHyWA5HyzVYlDwpXcI16mRIsAAAwFLQ7ZnU3r17Z82a1d3dzY339h2cSuVoLHb16tVdXV2Dg4MfffRRWVmZ0jVYo06GBAsAACwF3Z5JhcgMDAyMeP8OTqVyOOpvMh4/fvzMmTPXr1//6aefeqytymTc0gWGCAAAwLTQ4QEAAAAIhgQLAAAAQDAkWAAAAACCIcECAAAAEAwJFgAAAIBgSLAAAAAABEOCBQAAACAYEiwAAAAAwZBgAQAAAAiGBAsAAABAMCRYAAAAAIIhwQIAAAAQDAkWAAAAgGBIsAAAAAAEQ4IFAAAAIBgSLAAAAADBkGABAAAACIYECwAAAEAwJFgAAAAAgiHBAgAAABAMCRYAAACAYEiwAAAAAARDggUAAAAgGBIsAAAAAMGQYAEAAAAIhgQLAAAAQLD/BwTiTVpxKt7BAAAAAElFTkSuQmCC)
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